Events
Departmental Event
Kwangil Koh Series Reception
SAS Hall LobbyTea and Cookies
SAS 4104Alie Falastien, Conor Perks and Jaye Sudweeks, Honors Students Research Presentation
Alie Falastein Title: Connectivity Estimation in Neuronal Networks: The Hidden Node Problem Abstract: The human brain is a complex system consisting of billions of neurons. The network connectivity of these neurons gives rise to a variety of dynamical behaviors and understanding it is key to describing the underlying evolution of the system. However, in our analysis of…
Maggie Figueroa, Olivia Trogdon, Benjamin Wendt and Gautam Niagara, NC State, Honors Students Research Presentation
Maggie Figueroa Title: Breaking Cryptography – the Discrete Log Problem Abstract: The goal of cryptography is to allow ciphertext to be decoded only by the intended recipient. The privacy of the message relies heavily on the key used in the encryption function. Once a key is obtained, the decryption function follows easily. Cryptosystems such as…
Fall 2018 Mathematics Department Reception
SAS 4104Starting at 3:30 PM, please join us in the Commons, SAS 4104, before tomorrow's Fall Department Meeting for NC State's own Howling Cow ice cream!
Fall 2018 Math Departmental Meeting
SAS 1102Fall 2018 Math Faculty Meeting
SAS 4201This meeting is for the COS administration to meet and speak with the math faculty. Dean McGahan will start the discussion and will have a Q&A session at this meeting. Also, Debbie Carraway, COS Director of Information Technology, Meghan Kerr, COS Director of Research Administration, and Roy Baroff, NC State Faculty and Staff Ombudsman, will…
Departmental Tea and Cookies
SAS 4104Colloquium Tea
SAS 4104Departmental Tea and Cookies
SAS 4104Departmental Tea and Cookies
SAS 4104Honors Research Presentation Session, Grant Barkley, Bryan Chu, Geneva Collins and Thomas Lee, NC State
Grant Barkley Title: Domino Tilings and Divisibility Abstract: A domino tiling of a region in the plane is an arrangement of 2x1 domino tiles that completely covers that region. These tilings are an example of a more general construction in graph theory called perfect matchings. We are interested in counting the number of ways to cover certain…